<!DOCTYPE html>
<html>
<head>
    <meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
    <title>520</title>
    <meta name="viewport" content="width=device-width,initial-scale=1.0, minimum-scale=1.0, maximum-scale=1.0, user-scalable=no"/>
<!--    <meta name="viewport" content="width=device-width, initial-scale=1.0">-->
<!--    <meta name="viewport" content="width=device-width, initial-scale=1.0, maximum-scale=1.0, user-scalable=0">-->
    <!--<meta itemprop="image" content="./images/fenxiang.png" />-->
	<!--替换题目:搜索title

替换头像,搜索头像,按照方法替换即可

替换动态变化字母,搜索动态变化

替换最终定格的字母,搜索定格

替换想说的话,搜索想说的话

替换在一起的时间,搜索在一起

保存的时候,后缀名改成.html

最后建议使用电脑端的浏览器打开,手机端的兼容性没做好 -->

    <style>
        html {
            height: 100%;
        }

        body {
            font-family: "Helvetica Neue", "Luxi Sans", "DejaVu Sans", Tahoma, "Hiragino Sans GB", "Microsoft Yahei", sans-serif;
            background: #79a8ae;
            color: #CFEBE4;
            font-size: 18px;
            line-height: 2;
            letter-spacing: 1.2px;
            margin: 0;
        }

        a {
            color: #ebf7f4;
        }

        .body--ready {
            background: -webkit-linear-gradient(top, rgb(203, 235, 219) 0%, rgb(55, 148, 192) 120%);
            background: -moz-linear-gradient(top, rgb(203, 235, 219) 0%, rgb(55, 148, 192) 120%);
            background: -o-linear-gradient(top, rgb(203, 235, 219) 0%, rgb(55, 148, 192) 120%);
            background: -ms-linear-gradient(top, rgb(203, 235, 219) 0%, rgb(55, 148, 192) 120%);
            background: linear-gradient(top, rgb(203, 235, 219) 0%, rgb(55, 148, 192) 120%);
        }

        .text {
            position: fixed;
            bottom: 100px;
            text-align: center;
            font-size: 1.875rem;
            width: 100%;
        }

        .canvas {
            margin: 0 auto;
            display: block;
        }

        img#logo {
            width: 128px;
            background-size: cover;
            border-radius: 200px;
            box-shadow: 0px 0px 40px rgba(63, 81, 181, 0.72);
            border: 3px solid #00a0ff;
            opacity: 1;
            margin: 0 auto;
            margin-top: 20px;
            margin-bottom: 20px;
            transition: all 1.0s;
        }

        #logo:hover {
            box-shadow: 0 0 10px #fff;
            -webkit-box-shadow: 0 0 19px #fff;
            transform: rotate(360deg);
            -ms-transform: rotate(360deg); /* IE 9 */
            -moz-transform: rotate(360deg); /* Firefox */
            -webkit-transform: rotate(360deg); /* Safari  Chrome */
            -o-transform: rotate(360deg); /* Opera */
            filter: progid:DXImageTransform.Microsoft.BasicImage(rotation=3);
        }

        .cs {
            width: 100%;
            height: 100%;
            margin: 0 auto;
            position: absolute;
            text-align: center;
        }

        .text {
            position: fixed;
            bottom: 80px;
            text-align: center;
            width: 100%;
            font-weight: bold;
        }

        .text-right {
            position: fixed;
            bottom: 50px;
            text-align: right;
            width: 100%;
            font-weight: bold;
        }
    </style>

</head>

<body>
<!--头像-->
<div class="cs">
	<!-- src表示头像的地址,建议上传到网页,然后放链接 可以上传到这个网站http://chuantu.biz/-->
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UUDpS0ANop1FADaKdRQA2i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%0AKg==" id="logo">
</div>
<canvas class="canvas" width="1820" height="905"></canvas>
<p class="text" style="color: #8ef5ff;">
    爱的计时
    <br/>
    <span id="span_dt_dt"></span>
</p>
<script language="javascript">
    function show_date_time() {
        window.setTimeout("show_date_time()", 1000);
		//你俩在一起的那天
        BirthDay = new Date("06/05/2019 00:00:00");
        today = new Date();
        timeold = (today.getTime() - BirthDay.getTime());
        sectimeold = timeold / 1000
        secondsold = Math.floor(sectimeold);
        msPerDay = 24 * 60 * 60 * 1000
        e_daysold = timeold / msPerDay
        daysold = Math.floor(e_daysold);
        e_hrsold = (e_daysold - daysold) * 24;
        hrsold = Math.floor(e_hrsold);
        e_minsold = (e_hrsold - hrsold) * 60;
        minsold = Math.floor((e_hrsold - hrsold) * 60);
        seconds = Math.floor((e_minsold - minsold) * 60);
        span_dt_dt.innerHTML = daysold + "天" + hrsold + "小时" + minsold + "分钟" + seconds + "秒";
    }

    show_date_time();
</script>
<script>
    var S = {
        init: function () {
            S.Drawing.init('.canvas');
            document.body.classList.add('body--ready');
            // 动态变化的话,用|分割
            S.UI.simulate("魏|珊|珊|My|Dear|Pig|I|Love|You|#countdown 3|#time");
            S.Drawing.loop(function () {
                S.Shape.render();
            });
        }
    };


    S.Drawing = (function () {
        var canvas,
            context,
            renderFn,
            requestFrame = window.requestAnimationFrame ||
                window.webkitRequestAnimationFrame ||
                window.mozRequestAnimationFrame ||
                window.oRequestAnimationFrame ||
                window.msRequestAnimationFrame ||
                function (callback) {
                    window.setTimeout(callback, 1000 / 60);
                };

        return {
            init: function (el) {
                canvas = document.querySelector(el);
                context = canvas.getContext('2d');
                this.adjustCanvas();

                window.addEventListener('resize', function (e) {
                    S.Drawing.adjustCanvas();
                });
            },
            loop: function (fn) {
                renderFn = !renderFn ? fn : renderFn;
                this.clearFrame();
                renderFn();
                requestFrame.call(window, this.loop.bind(this));
            },
            adjustCanvas: function () {
                canvas.width = window.innerWidth - 100;
                canvas.height = window.innerHeight - 30;
            },
            clearFrame: function () {
                context.clearRect(0, 0, canvas.width, canvas.height);
            },
            getArea: function () {
                return {w: canvas.width, h: canvas.height};
            },
            drawCircle: function (p, c) {
                context.fillStyle = c.render();
                context.beginPath();
                context.arc(p.x, p.y, p.z, 0, 2 * Math.PI, true);
                context.closePath();
                context.fill();
            }
        };
    }());


    S.UI = (function () {
        var interval,
            currentAction,
            time,
            maxShapeSize = 30,
            sequence = [],
            cmd = '#';

        function formatTime(date) {
            var h = date.getHours(),
                m = date.getMinutes(),
                m = m < 10 ? '0' + m : m;
            return h + ':' + m;
        }

        function getValue(value) {
            return value && value.split(' ')[1];
        }

        function getAction(value) {
            value = value && value.split(' ')[0];
            return value && value[0] === cmd && value.substring(1);
        }

        function timedAction(fn, delay, max, reverse) {
            clearInterval(interval);
            currentAction = reverse ? max : 1;
            fn(currentAction);

            if (!max || (!reverse && currentAction < max) || (reverse && currentAction > 0)) {
                interval = setInterval(function () {
                    currentAction = reverse ? currentAction - 1 : currentAction + 1;
                    fn(currentAction);

                    if ((!reverse && max && currentAction === max) || (reverse && currentAction === 0)) {
                        clearInterval(interval);
                    }
                }, delay);
            }
        }

        function performAction(value) {
            var action,
                value,
                current;

            sequence = typeof (value) === 'object' ? value : sequence.concat(value.split('|'));

            timedAction(function (index) {
                current = sequence.shift();
                action = getAction(current);
                value = getValue(current);

                switch (action) {
                    case 'countdown':
                        value = parseInt(value) || 10;
                        value = value > 0 ? value : 10;

                        timedAction(function (index) {
                            if (index === 0) {
                                if (sequence.length === 0) {
                                    S.Shape.switchShape(S.ShapeBuilder.letter(''));
                                } else {
                                    performAction(sequence);
                                }
                            } else {
                                S.Shape.switchShape(S.ShapeBuilder.letter(index), true);
                            }
                        }, 1000, value, true);
                        break;

                    case 'rectangle':
                        value = value && value.split('x');
                        value = (value && value.length === 2) ? value : [maxShapeSize, maxShapeSize / 2];

                        S.Shape.switchShape(S.ShapeBuilder.rectangle(Math.min(maxShapeSize, parseInt(value[0])), Math.min(maxShapeSize, parseInt(value[1]))));
                        break;

                    case 'circle':
                        value = parseInt(value) || maxShapeSize;
                        value = Math.min(value, maxShapeSize);
                        S.Shape.switchShape(S.ShapeBuilder.circle(value));
                        break;

                    case 'time':
                        var t = formatTime(new Date());

                        if (sequence.length > 0) {
                            //定格
                             S.Shape.switchShape(S.ShapeBuilder.letter("❤"))
                        } else {
                            timedAction(function () {
                                t = formatTime(new Date());
                                if (t !== time) {
                                    time = t;
                                    //定格
                                     S.Shape.switchShape(S.ShapeBuilder.letter("❤"))
                                }
                            }, 1000);
                        }
                        break;

                    default:
                        S.Shape.switchShape(S.ShapeBuilder.letter(current[0] === cmd ? 'HacPai' : current));
                }
            }, 2000, sequence.length);
        }

        return {
            simulate: function (action) {
                performAction(action);
            }
        };
    }());


    S.Point = function (args) {
        this.x = args.x;
        this.y = args.y;
        this.z = args.z;
        this.a = args.a;
        this.h = args.h;
    };


    S.Color = function (r, g, b, a) {
        this.r = r;
        this.g = g;
        this.b = b;
        this.a = a;
    };

    S.Color.prototype = {
        render: function () {
            return 'rgba(' + this.r + ',' + +this.g + ',' + this.b + ',' + this.a + ')';
        }
    };


    S.Dot = function (x, y) {
        this.p = new S.Point({
            x: x,
            y: y,
            z: 5,
            a: 1,
            h: 0
        });

        this.e = 0.07;
        this.s = true;

        this.c = new S.Color(255, 255, 255, this.p.a);

        this.t = this.clone();
        this.q = [];
    };

    S.Dot.prototype = {
        clone: function () {
            return new S.Point({
                x: this.x,
                y: this.y,
                z: this.z,
                a: this.a,
                h: this.h
            });
        },
        _draw: function () {
            this.c.a = this.p.a;
            S.Drawing.drawCircle(this.p, this.c);
        },
        _moveTowards: function (n) {
            var details = this.distanceTo(n, true),
                dx = details[0],
                dy = details[1],
                d = details[2],
                e = this.e * d;

            if (this.p.h === -1) {
                this.p.x = n.x;
                this.p.y = n.y;
                return true;
            }

            if (d > 1) {
                this.p.x -= ((dx / d) * e);
                this.p.y -= ((dy / d) * e);
            } else {
                if (this.p.h > 0) {
                    this.p.h--;
                } else {
                    return true;
                }
            }

            return false;
        },
        _update: function () {
            if (this._moveTowards(this.t)) {
                var p = this.q.shift();

                if (p) {
                    this.t.x = p.x || this.p.x;
                    this.t.y = p.y || this.p.y;
                    this.t.z = p.z || this.p.z;
                    this.t.a = p.a || this.p.a;
                    this.p.h = p.h || 0;
                } else {
                    if (this.s) {
                        this.p.x -= Math.sin(Math.random() * 3.142);
                        this.p.y -= Math.sin(Math.random() * 3.142);
                    } else {
                        this.move(new S.Point({
                            x: this.p.x + (Math.random() * 50) - 25,
                            y: this.p.y + (Math.random() * 50) - 25
                        }));
                    }
                }
            }

            d = this.p.a - this.t.a;
            this.p.a = Math.max(0.1, this.p.a - (d * 0.05));
            d = this.p.z - this.t.z;
            this.p.z = Math.max(1, this.p.z - (d * 0.05));
        },
        distanceTo: function (n, details) {
            var dx = this.p.x - n.x,
                dy = this.p.y - n.y,
                d = Math.sqrt(dx * dx + dy * dy);

            return details ? [dx, dy, d] : d;
        },
        move: function (p, avoidStatic) {
            if (!avoidStatic || (avoidStatic && this.distanceTo(p) > 1)) {
                this.q.push(p);
            }
        },
        render: function () {
            this._update();
            this._draw();
        }
    };


    S.ShapeBuilder = (function () {
        var gap = 13,
            shapeCanvas = document.createElement('canvas'),
            shapeContext = shapeCanvas.getContext('2d'),
            fontSize = 500,
            fontFamily = 'Avenir, Helvetica Neue, Helvetica, Arial, sans-serif';

        function fit() {
            shapeCanvas.width = Math.floor(window.innerWidth / gap) * gap;
            shapeCanvas.height = Math.floor(window.innerHeight / gap) * gap;
            shapeContext.fillStyle = 'red';
            shapeContext.textBaseline = 'middle';
            shapeContext.textAlign = 'center';
        }

        function processCanvas() {
            var pixels = shapeContext.getImageData(0, 0, shapeCanvas.width, shapeCanvas.height).data;
            dots = [],
                pixels,
                x = 0,
                y = 0,
                fx = shapeCanvas.width,
                fy = shapeCanvas.height,
                w = 0,
                h = 0;

            for (var p = 0; p < pixels.length; p += (4 * gap)) {
                if (pixels[p + 3] > 0) {
                    dots.push(new S.Point({
                        x: x,
                        y: y
                    }));

                    w = x > w ? x : w;
                    h = y > h ? y : h;
                    fx = x < fx ? x : fx;
                    fy = y < fy ? y : fy;
                }

                x += gap;

                if (x >= shapeCanvas.width) {
                    x = 0;
                    y += gap;
                    p += gap * 4 * shapeCanvas.width;
                }
            }

            return {dots: dots, w: w + fx, h: h + fy};
        }

        function setFontSize(s) {
            shapeContext.font = 'bold ' + s + 'px ' + fontFamily;
        }

        function isNumber(n) {
            return !isNaN(parseFloat(n)) && isFinite(n);
        }

        function init() {
            fit();
            window.addEventListener('resize', fit);
        }

        // Init
        init();

        return {
            imageFile: function (url, callback) {
                var image = new Image(),
                    a = S.Drawing.getArea();

                image.onload = function () {
                    shapeContext.clearRect(0, 0, shapeCanvas.width, shapeCanvas.height);
                    shapeContext.drawImage(this, 0, 0, a.h * 0.6, a.h * 0.6);
                    callback(processCanvas());
                };

                image.onerror = function () {
                    callback(S.ShapeBuilder.letter('What?'));
                };

                image.src = url;
            },
            circle: function (d) {
                var r = Math.max(0, d) / 2;
                shapeContext.clearRect(0, 0, shapeCanvas.width, shapeCanvas.height);
                shapeContext.beginPath();
                shapeContext.arc(r * gap, r * gap, r * gap, 0, 2 * Math.PI, false);
                shapeContext.fill();
                shapeContext.closePath();

                return processCanvas();
            },
            letter: function (l) {
                var s = 0;

                setFontSize(fontSize);
                s = Math.min(fontSize,
                    (shapeCanvas.width / shapeContext.measureText(l).width) * 0.8 * fontSize,
                    (shapeCanvas.height / fontSize) * (isNumber(l) ? 1 : 0.45) * fontSize);
                setFontSize(s);

                shapeContext.clearRect(0, 0, shapeCanvas.width, shapeCanvas.height);
                shapeContext.fillText(l, shapeCanvas.width / 2, shapeCanvas.height / 2);

                return processCanvas();
            },
            rectangle: function (w, h) {
                var dots = [],
                    width = gap * w,
                    height = gap * h;

                for (var y = 0; y < height; y += gap) {
                    for (var x = 0; x < width; x += gap) {
                        dots.push(new S.Point({
                            x: x,
                            y: y
                        }));
                    }
                }

                return {dots: dots, w: width, h: height};
            }
        };
    }());


    S.Shape = (function () {
        var dots = [],
            width = 0,
            height = 0,
            cx = 0,
            cy = 0;

        function compensate() {
            var a = S.Drawing.getArea();

            cx = a.w / 2 - width / 2;
            cy = a.h / 2 - height / 2;
        }

        return {
            shuffleIdle: function () {
                var a = S.Drawing.getArea();

                for (var d = 0; d < dots.length; d++) {
                    if (!dots[d].s) {
                        dots[d].move({
                            x: Math.random() * a.w,
                            y: Math.random() * a.h
                        });
                    }
                }
            },
            switchShape: function (n, fast) {
                var size,
                    a = S.Drawing.getArea();

                width = n.w;
                height = n.h;

                compensate();

                if (n.dots.length > dots.length) {
                    size = n.dots.length - dots.length;
                    for (var d = 1; d <= size; d++) {
                        dots.push(new S.Dot(a.w / 2, a.h / 2));
                    }
                }

                var d = 0,
                    i = 0;

                while (n.dots.length > 0) {
                    i = Math.floor(Math.random() * n.dots.length);
                    dots[d].e = fast ? 0.25 : (dots[d].s ? 0.14 : 0.11);

                    if (dots[d].s) {
                        dots[d].move(new S.Point({
                            z: Math.random() * 20 + 10,
                            a: Math.random(),
                            h: 18
                        }));
                    } else {
                        dots[d].move(new S.Point({
                            z: Math.random() * 5 + 5,
                            h: fast ? 18 : 30
                        }));
                    }

                    dots[d].s = true;
                    dots[d].move(new S.Point({
                        x: n.dots[i].x + cx,
                        y: n.dots[i].y + cy,
                        a: 1,
                        z: 5,
                        h: 0
                    }));

                    n.dots = n.dots.slice(0, i).concat(n.dots.slice(i + 1));
                    d++;
                }

                for (var i = d; i < dots.length; i++) {
                    if (dots[i].s) {
                        dots[i].move(new S.Point({
                            z: Math.random() * 20 + 10,
                            a: Math.random(),
                            h: 20
                        }));

                        dots[i].s = false;
                        dots[i].e = 0.04;
                        dots[i].move(new S.Point({
                            x: Math.random() * a.w,
                            y: Math.random() * a.h,
                            a: 0.3, //.4
                            z: Math.random() * 4,
                            h: 0
                        }));
                    }
                }
            },
            render: function () {
                for (var d = 0; d < dots.length; d++) {
                    dots[d].render();
                }
            }
        };
    }());
    S.init();
</script>
<!-- 背景音乐,http://y.webzcz.cn/,然后把下载链接放在src里 -->
<audio autoplay="autoplay" loop="loop">
    <source src="http://fspc.hw.kugou.com/202112152142/18415405c788b4765c7c85d2c2a771dd/KGTX/CLTX001/64fcd6536c7f5fbe1b22c41e5fdfde83.mp3"
            type="audio/mpeg">
</audio>
</body>
</html>
